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If f(x) = |x 4| + 5 find f(1)
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Is the equation \[f(x) =\left| x^4 \right|+5\]
nope its if f(x) = 8 3|x + 2| find f(6).
Is there an operator between the 8 and the 3?
yes 8-3
so the equation is\[f(x)=8-3\left| x+2 \right|\]? Where \[\left| x+2 \right|\]
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*is the absolute value of x+2?
So to determine the solution for f(6), you plug 6 in the equation for x.
if [ f(x) = 8 - 3|x + 2| find f(6).
\[f(6)= 8-3\left| 6+2 \right|=?\]
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